Results 61 to 70 of about 3,218 (147)

Insights into RNA‐mediated pathology in new mouse models of Huntington's disease

The FASEB Journal, Volume 38, Issue 23, 15 December 2024.
The behavioral and molecular characterization was performed for Huntington's disease mouse models expressing a fragment of the human HTT gene, with mutation of ~100 CAG repeats, in the nontranslated version (HD/100CAG) and the translated version (HD/100Q). Abstract Huntington's disease (HD) is a neurodegenerative polyglutamine (polyQ) disease resulting
Magdalena Wozna‐Wysocka, Magdalena Jazurek‐Ciesiolka, Lukasz Przybyl, Dorota Wronka, Julia Oliwia Misiorek, Joanna Suszynska‐Zajczyk, Grzegorz Figura, Adam Ciesiolka, Paula Sobieszczanska, Anna Zeller, Magdalena Niemira, Pawel Michal Switonski, Agnieszka Fiszer   +12 more
wiley   +1 more source

Exercise Induced Endothelial Mesenchymal Transition (EndMT) Facilitates Meniscal Fibrocartilage Regeneration

Advanced Science, Volume 11, Issue 44, November 26, 2024.
A handheld bioprinter system to intraoperatively fabricate porous meniscus scaffold is developed. The transplantation of meniscus scaffold combining postoperative regular exercise facilitated anisotropic meniscal fibrocartilage regeneration in an ovine meniscectomy model.
Wenqiang Yan, Haoda Wu, Yue Wu, Zeyuan Gao, Zong Li, Fengyuan Zhao, Chenxi Cao, Jianquan Wang, Jin Cheng, Xiaoqing Hu, Yingfang Ao   +10 more
wiley   +1 more source

Chronically activated microglia in ALS gradually lose their immune functions and develop unconventional proteome

Glia, Volume 72, Issue 7, Page 1319-1339, July 2024.
Main Points Microglial cells in ALS develop highly proliferative phenotypes and lose their phagocytic capacity. Microglia molecular signature at protein level was characterized with a robust up‐regulation of several unconventional proteins including rootletin and STK38.
Romina Barreto‐Núñez, Louis‐Charles Béland, Hejer Boutej, Vincent Picher‐Martel, Nicolas Dupré, Luis Barbeito, Jasna Kriz   +6 more
wiley   +1 more source

Integral representation and sharp asymptotic results for some Heckman-Opdam hypergeometric functions of type BC [PDF]

, 2014
The Heckman-Opdam hypergeometric functions of type BC extend classical Jacobi functions in one variable and include the spherical functions of non-compact Grassmann manifolds over the real, complex or quaternionic numbers.
Rösler, Margit, Voit, Michael
core  

On Analytical Continuation of the Horn’s Hypergeometric Functions H3 and Their Ratios

Axioms
This paper considers the Horn’s hypergeometric function H3, which is closely related to other hypergeometric functions and has various mathematical or physical applications. The problem of analytical extension of this function is solved using a special family of functions—branched continued fractions.
Roman Dmytryshyn, Tamara Antonova, Sofiia Hladun   +2 more
openaire   +2 more sources

On the analytic extension of three ratios of Horn's confluent hypergeometric function $\mathrm{H}_7$

Researches in Mathematics
In this paper, we consider the extension of the analytic functions of two variables by special families of functions — continued fractions. In particular, we establish new symmetric domains of the analytical continuation of three ratios of Horn's confluent hypergeometric function $\mathrm{H}_7$ with certain conditions on real and complex parameters ...
V. Hladun, R. Rusyn, M. Dmytryshyn
openaire   +2 more sources

Counting master integrals: Integration by parts vs. functional equations

, 2016
We illustrate the usefulness of functional equations in establishing relationships between master integrals under the integration-by-parts reduction procedure by considering a certain two-loop propagator-type diagram as an example.Comment: 8 pages, 1 ...
Kniehl, Bernd A., Tarasov, Oleg V.
core  

Computational Aspects of Approximating the Horn Hypergeometric Functions \(H_3\) by Branched Continued Fractions

Altay Conference Proceedings in Mathematics
This paper investigates the approximation of Horn hypergeometric function \(H_3\) using branched continued fractions (BCFs).Based on the formal branched continued fraction expansion for the ratio of hypergeometric functions \(H_3\), a branched continued fraction expansion for a specific function is constructed.
Marta Dmytryshyn, Sofiia Hladun, Mykhailo Holod, Volodymyr Hladun   +3 more
openaire   +1 more source

Recursion Formulas for G₁ and G₂ Horn Hypergeometric Functions [PDF]

Miskolc Mathematical Notes, 2015
Sahin, Recep, Agha, Susan Ridha Shakor
openaire   +2 more sources

Truncation error bounds of branched continued fraction expansions of special ratios of Horn's hypergeometric functions \(H_4\)

Altay Conference Proceedings in Mathematics
The paper considers the branched continued fraction extensions of special ratios of Horn's hypergeometric functions \(H_4\) with real parameters and variables. Truncation error bounds are established for such expansions with certain conditions on their coefficients.
Roman Dmytryshyn, Clemente Cesarano, Ilona-Anna Lutsiv   +2 more
openaire   +1 more source